Gurobi 5.0.1 (linux64) logging started Fri Dec 21 15:27:11 2012 Optimize a model with 6562 rows, 6561 columns and 29966 nonzeros Presolve removed 4810 rows and 2924 columns Presolve time: 0.10s Presolved: 1752 rows, 3637 columns, 13067 nonzeros Variable types: 75 continuous, 3562 integer (3562 binary) Root relaxation: objective 4.963610e+02, 390 iterations, 0.01 seconds Nodes | Current Node | Objective Bounds | Work Expl Unexpl | Obj Depth IntInf | Incumbent BestBd Gap | It/Node Time 0 0 496.36102 0 115 - 496.36102 - - 0s 0 0 516.82179 0 172 - 516.82179 - - 0s 0 0 517.94444 0 163 - 517.94444 - - 0s 0 0 518.44444 0 164 - 518.44444 - - 0s 0 0 518.94444 0 177 - 518.94444 - - 0s 0 0 518.94444 0 178 - 518.94444 - - 0s 0 0 519.18769 0 147 - 519.18769 - - 0s 0 0 519.44444 0 168 - 519.44444 - - 0s 0 0 519.69444 0 173 - 519.69444 - - 0s 0 0 519.69444 0 164 - 519.69444 - - 0s 0 0 519.95923 0 180 - 519.95923 - - 0s 0 0 520.02778 0 166 - 520.02778 - - 0s 0 0 520.06944 0 173 - 520.06944 - - 0s 0 0 520.55159 0 152 - 520.55159 - - 0s 0 0 521.12302 0 169 - 521.12302 - - 0s 0 0 521.19444 0 172 - 521.19444 - - 0s 0 0 521.24444 0 153 - 521.24444 - - 0s 0 0 521.24444 0 159 - 521.24444 - - 0s 0 0 521.24444 0 158 - 521.24444 - - 0s 0 2 522.57778 0 158 - 522.57778 - - 0s 611 535 586.07729 112 157 - 541.73338 - 14.7 5s 620 541 585.07941 149 157 - 543.43994 - 14.5 10s 628 546 583.37081 110 190 - 545.14276 - 14.3 15s 748 618 578.49091 24 139 - 545.33465 - 38.7 20s 1305 918 649.37898 56 116 - 545.92500 - 41.2 25s 1979 1305 635.82192 150 52 - 546.29795 - 39.7 30s 2690 1745 673.88727 134 42 - 546.91931 - 40.2 35s 3273 2215 592.63492 46 128 - 547.21880 - 41.6 40s 3763 2633 557.23400 21 179 - 547.89286 - 43.1 45s 4475 3240 551.08881 25 175 - 548.05737 - 41.9 50s 5130 3758 567.75942 23 165 - 548.56818 - 42.5 55s 5469 4025 565.67485 30 168 - 548.69194 - 44.1 60s 5924 4419 666.88089 160 59 - 549.08528 - 44.6 65s 6674 4994 615.04145 68 93 - 549.86739 - 43.8 70s 7074 5337 621.66214 82 128 - 549.97742 - 44.6 75s 7814 5943 619.78701 102 117 - 550.25714 - 43.7 80s 8468 6452 infeasible 40 - 550.51058 - 43.7 85s 9153 7014 589.83586 59 132 - 550.59558 - 43.4 90s 9838 7614 infeasible 103 - 550.60603 - 43.3 95s 10256 7970 629.38330 100 136 - 550.68261 - 43.9 100s 10970 8554 590.77186 25 137 - 550.91190 - 43.6 105s 11742 9209 infeasible 163 - 551.08280 - 43.3 110s 12416 9744 595.79554 64 100 - 551.14006 - 43.3 115s 13450 10574 588.87570 53 138 - 551.28407 - 42.2 120s 14022 11035 637.71149 73 73 - 551.30573 - 42.5 125s 14973 11872 561.79950 28 192 - 551.45749 - 41.7 130s 15627 12407 601.82749 73 87 - 551.53205 - 41.7 135s 16335 12965 665.13368 126 89 - 551.62417 - 41.5 140s 16880 13387 592.31227 44 146 - 551.73706 - 42.0 145s 17750 14140 infeasible 80 - 551.77900 - 41.6 150s 18290 14560 577.30221 41 178 - 551.96484 - 41.9 155s 18994 15087 572.38003 42 191 - 552.06667 - 42.0 160s 19765 15733 577.10977 33 185 - 552.18599 - 41.9 165s 20661 16507 695.32785 129 52 - 552.24974 - 41.3 170s 21398 17029 586.34893 34 115 - 552.36084 - 41.3 175s 22227 17735 562.47415 41 155 - 552.44506 - 41.0 180s 23298 18652 687.93438 64 117 - 552.59328 - 40.4 185s 23916 19116 611.94048 100 107 - 552.67781 - 40.6 190s 24729 19776 556.98303 32 159 - 552.77710 - 40.4 195s 25594 20484 616.68182 97 55 - 552.85713 - 40.2 200s 26528 21232 infeasible 27 - 552.93169 - 39.9 205s 27159 21801 659.38713 115 54 - 552.99873 - 40.0 210s 27753 22268 596.88980 38 149 - 553.05128 - 40.2 215s 28371 22723 infeasible 48 - 553.10158 - 40.3 220s 29041 23181 559.94571 34 182 - 553.18271 - 40.3 225s 29622 23613 infeasible 32 - 553.23844 - 40.5 230s 30075 23870 704.31326 64 119 - 553.32654 - 40.9 235s 30879 24507 infeasible 43 - 553.52884 - 40.7 240s 31423 24912 586.34182 68 119 - 553.58060 - 40.9 245s 32033 25399 659.25370 124 65 - 553.61699 - 41.0 250s 33082 26191 infeasible 45 - 553.71671 - 40.6 255s 33877 26815 604.58281 55 141 - 553.84772 - 40.5 260s 34638 27357 559.46921 29 185 - 554.01274 - 40.5 265s 35361 27898 636.15395 93 133 - 554.07884 - 40.4 270s 36078 28435 613.54309 39 147 - 554.12537 - 40.4 275s 36942 29041 586.13408 28 159 - 554.21833 - 40.3 280s 37790 29683 667.81567 116 69 - 554.26566 - 40.1 285s 38606 30363 562.06175 25 152 - 554.34399 - 40.0 290s 39401 31006 721.23222 163 47 - 554.39413 - 40.0 295s 40114 31549 614.12923 41 127 - 554.43577 - 40.0 300s 40804 32132 635.30434 96 76 - 554.45435 - 39.9 314s 40971 32260 586.22526 28 148 - 554.46269 - 39.8 315s 41725 32838 599.11121 103 73 - 554.54327 - 39.8 320s 42681 33578 infeasible 133 - 554.63581 - 39.7 325s 43534 34200 560.72242 25 181 - 554.65714 - 39.6 330s 44213 34695 infeasible 193 - 554.71245 - 39.6 335s 44968 35296 605.27597 68 138 - 554.77395 - 39.6 340s 45898 36002 595.03064 67 83 - 554.85879 - 39.5 345s 46708 36645 640.42951 77 129 - 554.90564 - 39.4 350s 47189 36998 infeasible 81 - 554.95699 - 39.6 355s 47722 37341 571.26003 27 159 - 554.99162 - 39.7 360s 48378 37766 infeasible 27 - 555.11048 - 39.8 365s 49063 38284 infeasible 101 - 555.22067 - 39.9 370s 49770 38780 577.17800 29 159 - 555.32321 - 39.9 375s 50455 39298 609.47638 115 82 - 555.36583 - 40.0 380s 51443 40108 629.81059 122 57 - 555.41406 - 39.8 385s 52105 40630 615.47168 55 105 - 555.46479 - 39.8 390s 52788 41068 572.41923 28 142 - 555.52973 - 39.8 395s 53748 41814 607.76298 82 88 - 555.58943 - 39.6 400s 54483 42349 624.45314 66 99 - 555.66471 - 39.7 405s 55571 43170 564.04180 27 180 - 555.72625 - 39.4 410s 56264 43649 664.69103 51 125 - 555.75760 - 39.4 415s 57132 44376 570.16419 36 176 - 555.80388 - 39.4 420s 57370 44516 602.90000 52 134 - 555.83763 - 39.7 425s 57826 44857 657.53824 52 121 - 555.87681 - 39.9 430s 58595 45380 575.76825 27 158 - 555.93715 - 39.9 435s 59562 46134 infeasible 35 - 556.03992 - 39.7 440s 60091 46434 560.56296 34 178 - 556.08349 - 39.9 445s 60836 46922 600.89115 41 129 - 556.11836 - 39.9 450s 61505 47434 594.96765 54 117 - 556.17740 - 39.9 455s 62371 48099 640.57834 62 111 - 556.21086 - 39.8 460s 63010 48559 630.28571 43 105 - 556.25714 - 39.8 465s 63969 49277 infeasible 129 - 556.28889 - 39.7 470s 64728 49851 609.32414 36 174 - 556.42868 - 39.7 475s 65572 50510 565.41390 39 179 - 556.47098 - 39.7 480s 66236 50989 645.10850 100 87 - 556.53924 - 39.7 485s 67142 51681 575.38783 40 144 - 556.56199 - 39.6 490s 67788 52162 565.39637 37 173 - 556.61194 - 39.7 495s 68310 52509 608.96420 45 164 - 556.66316 - 39.8 500s 69014 53044 603.58668 53 118 - 556.69618 - 39.8 505s 69939 53769 563.22896 26 156 - 556.75193 - 39.8 510s 70445 54096 607.97600 36 126 - 556.78824 - 39.9 515s 71407 54787 infeasible 126 - 556.82988 - 39.8 520s 72278 55450 infeasible 50 - 556.87254 - 39.7 525s 72657 55671 589.76638 32 173 - 556.91139 - 39.9 530s 73711 56508 579.57390 39 165 - 556.96267 - 39.7 535s 74594 57199 722.27106 115 65 - 557.00917 - 39.6 540s 75182 57602 558.96344 24 155 - 557.05197 - 39.7 545s 75989 58211 597.26866 47 145 - 557.10393 - 39.7 550s 76854 58828 infeasible 28 - 557.15068 - 39.6 555s 77816 59562 600.38571 39 119 - 557.22394 - 39.5 560s 78794 60314 564.56288 36 154 - 557.25714 - 39.4 565s 79299 60662 593.65055 31 113 - 557.29646 - 39.5 570s 80097 61275 607.22420 32 161 - 557.33118 - 39.5 575s 80922 61910 592.08761 27 123 - 557.35460 - 39.5 580s 81608 62373 594.66560 74 79 - 557.38918 - 39.5 585s 82488 63055 infeasible 48 - 557.42821 - 39.4 590s 83191 63613 651.22104 86 124 - 557.47815 - 39.5 595s 84200 64349 617.46352 34 153 - 557.52279 - 39.3 600s 85069 65044 684.02041 129 35 - 557.54072 - 39.3 605s 85772 65508 infeasible 41 - 557.59094 - 39.3 610s 86566 66134 infeasible 30 - 557.63396 - 39.3 615s 87080 66496 630.48017 87 83 - 557.68564 - 39.4 620s 88063 67271 608.20245 89 89 - 557.70674 - 39.4 625s 88755 67815 622.69492 119 46 - 557.72499 - 39.4 630s 89563 68453 infeasible 51 - 557.73896 - 39.4 635s 90390 69125 infeasible 32 - 557.75737 - 39.4 640s 91457 69924 565.00812 27 175 - 557.79265 - 39.2 645s 91928 70263 618.77778 42 117 - 557.81707 - 39.3 650s 92732 70878 593.80977 54 122 - 557.83981 - 39.3 655s 93391 71303 infeasible 39 - 557.90628 - 39.3 660s 93778 71562 infeasible 63 - 557.91938 - 39.5 665s 94450 72071 620.33333 95 39 - 557.95508 - 39.5 670s 95535 72912 577.89621 37 143 - 558.00665 - 39.4 675s 96026 73209 infeasible 43 - 558.04003 - 39.5 680s 96785 73748 infeasible 30 - 558.08395 - 39.5 685s 97514 74273 602.16000 39 148 - 558.12882 - 39.5 690s 97990 74522 634.08019 32 141 - 558.16667 - 39.6 695s 99111 75422 584.73135 28 150 - 558.21269 - 39.4 700s 100106 76253 infeasible 171 - 558.23348 - 39.3 705s 100681 76648 659.37577 129 51 - 558.26548 - 39.4 710s 101664 77437 570.02999 21 160 - 558.28235 - 39.3 715s 102482 78041 642.49439 102 59 - 558.30794 - 39.3 720s 103574 78928 infeasible 39 - 558.33516 - 39.2 725s 104201 79356 598.84633 50 122 - 558.36326 - 39.2 730s 104865 79819 623.07171 50 95 - 558.41261 - 39.3 735s 105923 80677 680.23672 143 54 - 558.43848 - 39.2 740s 106799 81244 569.54887 26 175 - 558.49272 - 39.2 745s 107651 81877 600.17370 57 133 - 558.52800 - 39.1 750s 108614 82597 568.43137 27 147 - 558.55139 - 39.1 755s 109159 83034 629.07843 79 94 - 558.56537 - 39.1 760s 109981 83688 infeasible 97 - 558.58605 - 39.1 765s 110964 84389 569.55201 38 153 - 558.63327 - 39.0 770s 111800 85052 618.04549 40 124 - 558.66738 - 39.0 775s 112630 85669 571.27885 37 152 - 558.70804 - 39.0 780s 113429 86188 infeasible 31 - 558.74520 - 39.0 785s 114254 86761 590.14473 37 166 - 558.77345 - 39.0 790s 115190 87444 infeasible 27 - 558.80253 - 38.9 795s 116109 88216 634.21671 91 125 - 558.81998 - 38.9 800s 117077 88973 infeasible 28 - 558.84569 - 38.8 805s 117905 89619 678.85017 116 62 - 558.86870 - 38.8 810s 118910 90452 662.33606 148 46 - 558.88817 - 38.7 815s 119597 90843 601.29854 57 127 - 558.92845 - 38.7 820s 120535 91595 565.58561 31 160 - 558.94532 - 38.7 825s 121196 92019 584.91596 46 104 - 558.97488 - 38.7 830s 121941 92562 610.63226 33 159 - 559.00161 - 38.7 835s 122923 93378 infeasible 186 - 559.02855 - 38.7 840s 123789 94035 626.02760 79 131 - 559.05409 - 38.7 845s 124591 94642 infeasible 40 - 559.07935 - 38.7 850s 125688 95535 647.76730 96 66 - 559.10785 - 38.6 855s 126326 95987 604.66667 35 154 - 559.15297 - 38.6 860s 127182 96658 589.00521 37 167 - 559.18760 - 38.6 865s 128023 97228 626.56260 32 149 - 559.23078 - 38.6 870s 128913 98006 586.16876 55 139 - 559.24533 - 38.6 875s 129408 98367 714.65608 56 111 - 559.25710 - 38.7 880s 130442 99171 infeasible 36 - 559.28638 - 38.6 885s 131096 99594 587.97670 35 152 - 559.33448 - 38.6 890s 131895 100210 585.43933 31 147 - 559.36582 - 38.6 895s 132599 100772 614.45985 57 74 - 559.38167 - 38.6 900s 133677 101595 infeasible 42 - 559.40555 - 38.6 905s 134551 102243 634.11429 36 150 - 559.42895 - 38.5 910s 135615 103143 648.17302 146 53 - 559.46237 - 38.5 915s 136393 103720 621.11638 76 77 - 559.49528 - 38.5 920s 137571 104667 575.90699 30 156 - 559.52116 - 38.4 925s 138561 105418 621.53840 83 46 - 559.54603 - 38.3 930s 139541 106206 589.75714 30 112 - 559.57678 - 38.3 935s 140397 106848 infeasible 32 - 559.61215 - 38.3 940s 141232 107514 685.27135 139 76 - 559.63408 - 38.3 945s 141893 107888 561.92471 26 154 - 559.66298 - 38.3 950s 142833 108626 607.96950 88 85 - 559.70060 - 38.2 955s 143942 109451 infeasible 32 - 559.71933 - 38.2 960s 144892 110184 infeasible 39 - 559.74191 - 38.1 965s 145633 110737 622.59682 129 68 - 559.77818 - 38.1 970s 146688 111636 627.00994 90 88 - 559.80095 - 38.1 975s 147660 112391 603.59688 32 160 - 559.82805 - 38.1 980s 148251 112828 598.20239 47 185 - 559.84361 - 38.1 985s 149286 113643 664.68763 109 60 - 559.87866 - 38.0 990s 150204 114332 infeasible 73 - 559.89189 - 38.0 995s 151120 115007 559.98023 38 157 - 559.93077 - 38.0 1000s 151941 115666 infeasible 86 - 559.93981 - 38.0 1005s 152909 116442 564.31548 35 157 - 559.97143 - 38.0 1010s 153804 117170 601.40965 54 119 - 559.97834 - 37.9 1015s 154964 118135 637.23077 92 78 - 559.99263 - 37.9 1020s 155976 118947 602.35556 38 144 - 560.02090 - 37.8 1025s 156861 119684 615.20631 69 72 - 560.02872 - 37.8 1030s 158008 120673 624.77409 75 61 - 560.05360 - 37.7 1035s 158590 121046 609.35467 68 118 - 560.07976 - 37.7 1040s 159359 121626 654.77384 118 80 - 560.10268 - 37.8 1045s 160438 122469 589.99369 34 147 - 560.12181 - 37.7 1050s 161144 123006 570.21525 40 161 - 560.15469 - 37.7 1055s 162195 123896 infeasible 168 - 560.18618 - 37.7 1060s 163320 124800 569.07210 34 174 - 560.22014 - 37.6 1065s 164183 125509 infeasible 39 - 560.23175 - 37.6 1070s 165456 126556 582.72745 40 138 - 560.26269 - 37.5 1075s 166129 127070 656.47180 63 127 - 560.28380 - 37.5 1080s 166704 127461 624.49049 37 140 - 560.29823 - 37.6 1085s 167675 128306 616.73897 52 123 - 560.30588 - 37.5 1090s 168686 129172 669.27222 181 73 - 560.31936 - 37.5 1095s 169478 129741 581.66228 52 166 - 560.33736 - 37.5 1100s 170132 130199 580.57650 35 135 - 560.36913 - 37.5 1105s 171301 131171 579.95029 38 178 - 560.38332 - 37.5 1110s 172153 131829 609.74647 73 66 - 560.40422 - 37.4 1115s 173320 132766 596.51968 31 118 - 560.42882 - 37.4 1120s 173845 133134 614.86300 37 124 - 560.43963 - 37.4 1125s 174667 133739 572.87632 37 146 - 560.45451 - 37.4 1130s 175668 134553 infeasible 46 - 560.46269 - 37.4 1135s 176813 135508 588.21604 20 181 - 560.46667 - 37.3 1140s 177744 136273 infeasible 31 - 560.48835 - 37.3 1145s 178525 136841 607.24179 43 114 - 560.49727 - 37.3 1150s 179547 137658 624.57143 123 48 - 560.54022 - 37.2 1155s 180120 138080 636.62010 90 44 - 560.57298 - 37.3 1160s 181168 138948 735.74551 152 62 - 560.58330 - 37.2 1165s 182138 139686 631.62782 64 119 - 560.60555 - 37.2 1170s 182914 140281 599.40000 44 130 - 560.61507 - 37.2 1175s 183800 141027 626.51974 42 132 - 560.62758 - 37.2 1180s 184454 141493 680.03093 119 46 - 560.64812 - 37.2 1185s 185339 142188 587.13234 49 143 - 560.67455 - 37.2 1190s 186145 142806 655.07239 66 120 - 560.69549 - 37.2 1195s 187029 143483 644.19219 90 103 - 560.70427 - 37.2 1200s 187844 144094 600.00334 41 141 - 560.71088 - 37.2 1205s 188802 144820 579.47306 39 157 - 560.72358 - 37.1 1210s 189889 145695 596.81667 45 110 - 560.73862 - 37.1 1215s 190877 146452 586.85565 33 152 - 560.76745 - 37.1 1220s 191662 147015 608.12451 37 137 - 560.77600 - 37.1 1225s 192498 147693 616.55879 112 87 - 560.80118 - 37.1 1230s 193413 148371 infeasible 38 - 560.82168 - 37.1 1235s 194169 149006 infeasible 59 - 560.82970 - 37.1 1240s 194934 149561 635.93120 175 66 - 560.83785 - 37.1 1245s 195648 150049 577.19985 51 164 - 560.85555 - 37.1 1250s 196583 150804 644.92558 62 141 - 560.86705 - 37.1 1255s 197421 151489 632.32204 121 80 - 560.88310 - 37.1 1260s 198365 152233 infeasible 67 - 560.90108 - 37.1 1265s 199385 153070 580.86979 42 166 - 560.92161 - 37.0 1270s 200195 153725 614.00000 52 95 - 560.94219 - 37.1 1275s 200937 154262 582.40199 35 156 - 560.97186 - 37.1 1280s 201857 155059 596.38596 68 106 - 560.98866 - 37.1 1285s 202812 155846 605.99069 59 84 - 560.99624 - 37.0 1290s 203841 156685 649.17351 126 70 - 561.02490 - 37.0 1295s 204603 157292 591.11429 37 126 - 561.04065 - 37.0 1300s 205367 157812 564.16089 31 166 - 561.06227 - 37.0 1305s 206028 158319 599.65321 49 135 - 561.06931 - 37.0 1310s 207204 159276 632.28437 55 140 - 561.09064 - 37.0 1315s 207846 159709 646.34608 56 139 - 561.10903 - 37.0 1320s 208743 160426 606.22594 48 146 - 561.13853 - 37.0 1325s 209844 161359 607.55825 61 51 - 561.14601 - 36.9 1330s 210920 162226 639.01482 138 69 - 561.16667 - 36.9 1335s 211790 162846 infeasible 38 - 561.18882 - 36.9 1340s 212406 163294 571.65380 45 178 - 561.20948 - 36.9 1345s 213443 164061 604.22381 48 107 - 561.22257 - 36.9 1350s 214250 164669 585.32992 34 159 - 561.23836 - 36.9 1355s 215118 165319 596.91110 39 157 - 561.24843 - 36.9 1360s 216020 166075 588.43557 48 159 - 561.26880 - 36.9 1365s 216966 166794 631.52086 159 80 - 561.28532 - 36.8 1370s 217842 167388 570.41334 31 175 - 561.30854 - 36.8 1375s 218771 168118 611.85714 42 82 - 561.32016 - 36.8 1380s 219883 169009 565.96240 34 176 - 561.33333 - 36.8 1385s 220686 169685 642.10398 124 58 - 561.34074 - 36.8 1390s 221805 170586 583.90278 40 130 - 561.35555 - 36.7 1395s 222693 171263 586.50989 53 124 - 561.38207 - 36.7 1400s 223585 171934 615.76190 74 83 - 561.41189 - 36.7 1405s 224484 172572 infeasible 78 - 561.44364 - 36.7 1410s 225428 173278 581.37458 41 136 - 561.47382 - 36.7 1415s 226330 173979 665.68720 145 80 - 561.49115 - 36.7 1420s 227364 174815 610.42779 76 71 - 561.50596 - 36.6 1425s 228350 175639 593.85072 63 114 - 561.51664 - 36.6 1430s 229378 176378 613.19077 49 122 - 561.53108 - 36.6 1435s 230572 177378 577.33512 43 153 - 561.54564 - 36.5 1440s 231593 178177 619.60727 79 41 - 561.56232 - 36.5 1445s 233091 179410 588.73954 35 126 - 561.57238 - 36.4 1450s 233931 179990 599.22381 35 112 - 561.58333 - 36.4 1455s 234940 180862 628.00119 139 73 - 561.59048 - 36.4 1460s 236172 181900 620.17080 120 106 - 561.59856 - 36.3 1465s 236868 182406 611.16165 41 141 - 561.62936 - 36.3 1470s 237843 183148 588.73508 43 126 - 561.64274 - 36.3 1475s 239053 184124 575.84802 32 171 - 561.67285 - 36.3 1480s 240232 185103 674.78586 166 50 - 561.68690 - 36.2 1485s 241102 185744 577.08645 32 182 - 561.70685 - 36.2 1490s 241867 186286 577.81983 27 155 - 561.74840 - 36.2 1495s 242621 186859 604.23539 33 151 - 561.76801 - 36.2 1500s 243723 187762 621.20841 57 126 - 561.77696 - 36.2 1505s 244530 188395 597.36917 49 121 - 561.79289 - 36.2 1510s 245453 189056 602.90824 71 88 - 561.80864 - 36.2 1515s 246538 189916 613.82105 45 136 - 561.82907 - 36.1 1520s 247522 190647 566.76930 32 150 - 561.84549 - 36.1 1525s 248501 191410 618.46991 78 78 - 561.85525 - 36.1 1530s 249591 192295 infeasible 42 - 561.88462 - 36.1 1535s 250925 193402 729.16304 165 42 - 561.89681 - 36.0 1540s 251726 193937 653.35962 99 85 - 561.91633 - 36.0 1545s 252578 194525 618.63587 97 88 - 561.94078 - 36.0 1550s 253632 195357 636.28883 152 84 - 561.95962 - 36.0 1555s 254823 196259 infeasible 46 - 561.98272 - 35.9 1560s 255806 197020 infeasible 145 - 561.99881 - 35.9 1565s 256858 197869 670.10626 123 80 - 562.00934 - 35.9 1570s 257764 198527 571.54329 39 151 - 562.02381 - 35.9 1575s 258635 199222 568.79600 35 190 - 562.03713 - 35.9 1580s 259309 199782 686.87966 49 177 - 562.04715 - 35.9 1585s 260275 200504 592.09295 57 123 - 562.06404 - 35.9 1590s 261514 201537 infeasible 36 - 562.07839 - 35.9 1595s 262167 201998 593.43174 48 134 - 562.10034 - 35.9 1600s 263123 202731 infeasible 48 - 562.11860 - 35.9 1605s 264401 203852 643.53626 210 61 - 562.13272 - 35.8 1610s 265404 204593 601.18205 41 108 - 562.15188 - 35.8 1615s 266523 205492 674.39461 177 48 - 562.16157 - 35.8 1620s 267514 206223 infeasible 69 - 562.16875 - 35.7 1625s 268690 207238 644.72573 156 66 - 562.18615 - 35.7 1630s 269757 208098 653.43777 126 75 - 562.19830 - 35.7 1635s 270658 208781 infeasible 21 - 562.22543 - 35.7 1640s 271581 209495 576.83135 25 153 - 562.23819 - 35.6 1645s H271697 184561 668.0000000 562.23881 15.8% 35.6 1645s 272174 184930 621.53663 139 81 668.00000 562.25195 15.8% 35.6 1650s 272620 185261 599.70932 77 89 668.00000 562.25714 15.8% 35.6 1655s 273003 185592 611.86588 147 78 668.00000 562.25973 15.8% 35.6 1660s 273301 185769 578.30757 41 148 668.00000 562.26726 15.8% 35.6 1665s 273579 185954 infeasible 37 668.00000 562.27980 15.8% 35.6 1670s *273674 170905 133 652.0000000 562.28036 13.8% 35.6 1671s 273843 171024 588.51298 61 108 652.00000 562.29063 13.8% 35.6 1675s 274114 171186 562.69368 37 137 652.00000 562.30592 13.8% 35.6 1680s 274335 171320 587.92381 31 119 652.00000 562.31774 13.8% 35.6 1685s 274597 171509 626.10318 39 132 652.00000 562.32717 13.8% 35.6 1690s 274855 171713 569.26638 30 157 652.00000 562.33045 13.8% 35.6 1695s 275023 171857 567.20415 35 182 652.00000 562.33401 13.8% 35.6 1702s 275050 171866 605.39795 39 164 652.00000 562.33447 13.8% 35.6 1709s 275054 171868 607.33928 42 153 652.00000 562.33447 13.8% 35.6 1710s H275077 163135 645.0000000 562.34193 12.8% 35.6 1720s 275104 163148 594.25714 36 132 645.00000 562.34198 12.8% 35.6 1730s H275131 111895 619.0000000 562.34322 9.15% 35.6 1740s H275158 71859 604.0000000 562.34322 6.90% 35.6 1754s 275186 71876 593.82153 41 132 604.00000 562.34770 6.90% 35.6 1763s 275213 71889 599.37885 49 103 604.00000 562.34770 6.90% 35.6 1775s 275241 71899 600.63808 56 77 604.00000 562.34770 6.90% 35.6 1786s 275301 71919 593.27867 37 158 604.00000 562.34921 6.90% 35.6 1809s 275304 71921 565.46672 28 168 604.00000 562.34921 6.90% 35.6 1810s 275319 71933 562.34921 26 219 604.00000 562.34921 6.90% 35.6 1815s 275738 72062 infeasible 48 604.00000 562.34921 6.90% 35.7 1820s 276028 72087 cutoff 46 604.00000 562.34921 6.90% 35.7 1825s 276638 72382 562.34921 36 172 604.00000 562.34921 6.90% 35.7 1830s 277278 72600 cutoff 37 604.00000 562.34921 6.90% 35.8 1835s 277893 72805 568.47913 59 142 604.00000 562.34921 6.90% 35.8 1840s 278505 73018 588.29464 61 111 604.00000 562.34921 6.90% 35.8 1845s 279176 73242 562.34921 39 147 604.00000 562.34921 6.90% 35.8 1850s 279565 73396 567.58786 43 144 604.00000 562.34921 6.90% 35.8 1855s 280121 73610 562.34921 37 162 604.00000 562.34921 6.90% 35.8 1860s 280737 73804 562.34921 34 158 604.00000 562.34921 6.90% 35.9 1865s 281410 74026 575.72433 66 144 604.00000 562.34921 6.90% 35.9 1870s 282120 74242 563.15576 37 165 604.00000 562.34921 6.90% 35.9 1875s 282739 74429 571.36521 74 125 604.00000 562.34921 6.90% 35.9 1880s 283498 74701 562.34921 39 167 604.00000 562.34921 6.90% 35.9 1885s 284183 74936 infeasible 47 604.00000 562.34921 6.90% 35.9 1890s 284538 75071 579.61383 70 145 604.00000 562.34921 6.90% 35.9 1895s 285063 75176 567.68602 50 152 604.00000 562.34921 6.90% 35.9 1900s 285650 75330 589.11218 82 125 604.00000 562.34921 6.90% 35.9 1905s 286188 75456 cutoff 35 604.00000 562.34921 6.90% 35.9 1910s 286796 75632 566.59033 47 153 604.00000 562.34921 6.90% 35.9 1915s 287370 75816 566.52164 57 173 604.00000 562.34921 6.90% 36.0 1920s 287556 75872 571.46365 43 124 604.00000 562.34921 6.90% 36.0 1925s 287582 75877 575.01577 51 158 604.00000 562.34921 6.90% 36.0 1930s 287602 75881 567.39540 41 133 604.00000 562.34921 6.90% 36.0 1935s 287615 75889 573.97754 54 134 604.00000 562.34921 6.90% 36.0 1940s 287635 75889 563.37151 44 167 604.00000 562.34921 6.90% 36.0 1945s 287646 75896 563.60670 56 159 604.00000 562.34921 6.90% 36.0 1950s 288187 76072 562.34921 44 155 604.00000 562.34921 6.90% 36.0 1955s 288759 76217 562.34921 36 149 604.00000 562.34921 6.90% 36.0 1960s 289359 76395 infeasible 59 604.00000 562.34921 6.90% 36.0 1965s 289943 76567 585.13936 72 132 604.00000 562.34921 6.90% 36.0 1970s 290718 76837 infeasible 43 604.00000 562.34921 6.90% 36.0 1975s 291281 76975 585.55420 79 150 604.00000 562.34921 6.90% 36.0 1980s 291800 77024 564.69255 44 157 604.00000 562.34921 6.90% 36.1 1985s 292388 77160 562.34921 42 174 604.00000 562.34921 6.90% 36.1 1990s 292961 77310 cutoff 60 604.00000 562.34921 6.90% 36.1 1995s 293611 77521 597.90632 82 118 604.00000 562.34921 6.90% 36.1 2000s 294262 77674 588.05623 54 150 604.00000 562.34921 6.90% 36.1 2005s 295072 77962 572.61741 49 160 604.00000 562.34921 6.90% 36.1 2010s 295107 77961 562.34921 41 160 604.00000 562.34921 6.90% 36.1 2017s 295121 77970 583.90741 55 160 604.00000 562.34921 6.90% 36.1 2020s 295688 78105 586.78613 68 157 604.00000 562.34921 6.90% 36.1 2025s 296238 78256 588.37619 63 151 604.00000 562.34921 6.90% 36.1 2030s 296852 78360 cutoff 43 604.00000 562.34921 6.90% 36.1 2035s 297414 78473 564.99487 43 152 604.00000 562.34921 6.90% 36.1 2040s 298085 78658 562.34921 41 168 604.00000 562.34921 6.90% 36.2 2045s 298596 78756 588.43031 63 176 604.00000 562.34921 6.90% 36.2 2050s 299229 78854 562.34921 41 156 604.00000 562.34921 6.90% 36.2 2055s 299730 78956 578.63650 61 140 604.00000 562.34921 6.90% 36.2 2060s 300334 79099 581.85795 54 136 604.00000 562.34921 6.90% 36.2 2065s 300923 79244 562.34921 48 168 604.00000 562.34921 6.90% 36.2 2070s 301581 79410 568.42506 57 168 604.00000 562.34921 6.90% 36.3 2075s 302236 79602 574.68564 50 150 604.00000 562.34921 6.90% 36.3 2080s 302819 79750 574.30577 51 156 604.00000 562.34921 6.90% 36.3 2085s 303559 79955 562.34921 50 158 604.00000 562.34921 6.90% 36.3 2090s 304161 80081 567.20646 73 132 604.00000 562.34921 6.90% 36.3 2095s 304769 80234 591.60549 70 136 604.00000 562.34921 6.90% 36.3 2100s 305498 80399 562.34921 45 159 604.00000 562.34921 6.90% 36.3 2105s 306137 80561 574.70925 73 129 604.00000 562.34921 6.90% 36.3 2110s 306721 80707 cutoff 86 604.00000 562.34921 6.90% 36.3 2115s 307451 80920 infeasible 45 604.00000 562.34921 6.90% 36.3 2120s 308042 81020 576.62803 63 158 604.00000 562.34921 6.90% 36.3 2125s 308633 81148 infeasible 38 604.00000 562.34921 6.90% 36.4 2130s 309254 81295 574.58103 53 144 604.00000 562.34921 6.90% 36.4 2135s 309846 81427 600.42857 70 149 604.00000 562.34921 6.90% 36.4 2140s 310496 81595 590.38667 45 137 604.00000 562.34921 6.90% 36.4 2145s 311070 81687 594.15106 62 155 604.00000 562.34921 6.90% 36.4 2150s 311743 81788 564.68809 42 176 604.00000 562.34921 6.90% 36.4 2155s 312363 81943 583.31729 76 156 604.00000 562.34921 6.90% 36.4 2160s 313030 82045 568.44805 42 129 604.00000 562.34921 6.90% 36.4 2165s 313672 82202 593.57670 85 124 604.00000 562.34921 6.90% 36.5 2170s 314234 82276 587.89190 57 120 604.00000 562.34921 6.90% 36.5 2175s 314926 82431 587.31733 61 157 604.00000 562.34921 6.90% 36.5 2180s 315604 82587 569.14217 63 156 604.00000 562.34921 6.90% 36.5 2185s 316276 82715 588.69542 77 140 604.00000 562.34921 6.90% 36.5 2190s 316718 82737 584.88502 61 129 604.00000 562.34921 6.90% 36.5 2195s 317491 82861 cutoff 58 604.00000 562.34921 6.90% 36.5 2200s 318191 83054 580.31548 47 138 604.00000 562.34921 6.90% 36.5 2205s 318889 83165 cutoff 57 604.00000 562.34921 6.90% 36.6 2210s 319729 83447 581.02341 57 164 604.00000 562.34921 6.90% 36.6 2215s 320454 83544 571.93052 46 153 604.00000 562.34921 6.90% 36.6 2220s 320520 83553 586.43436 58 148 604.00000 562.34921 6.90% 36.6 2225s 321217 83665 567.34595 42 167 604.00000 562.34921 6.90% 36.6 2230s 321994 83773 566.95676 43 171 604.00000 562.34921 6.90% 36.6 2235s 322768 83960 577.54020 48 150 604.00000 562.34921 6.90% 36.6 2240s 323310 83994 562.34921 44 170 604.00000 562.34921 6.90% 36.6 2245s 324047 84153 583.58310 50 132 604.00000 562.34921 6.90% 36.6 2250s 324793 84332 589.19371 53 155 604.00000 562.34921 6.90% 36.6 2255s 325458 84464 infeasible 50 604.00000 562.34921 6.90% 36.6 2260s 326218 84614 cutoff 43 604.00000 562.34921 6.90% 36.6 2265s 327009 84822 595.33086 76 148 604.00000 562.34921 6.90% 36.6 2270s 327711 84903 596.24671 66 152 604.00000 562.34921 6.90% 36.6 2275s 328541 85088 infeasible 45 604.00000 562.34921 6.90% 36.6 2280s 329315 85259 574.52882 66 156 604.00000 562.34921 6.90% 36.6 2285s 329976 85351 585.40259 48 136 604.00000 562.34921 6.90% 36.7 2290s 330744 85471 600.52894 53 130 604.00000 562.34921 6.90% 36.7 2295s 331192 85547 584.15615 65 147 604.00000 562.34921 6.90% 36.7 2309s 331213 85547 cutoff 40 604.00000 562.34921 6.90% 36.7 2310s 331924 85724 infeasible 42 604.00000 562.34921 6.90% 36.7 2315s 332542 85793 infeasible 51 604.00000 562.34921 6.90% 36.7 2320s 333258 85962 588.05465 45 139 604.00000 562.34921 6.90% 36.7 2325s 333923 86087 584.80979 57 131 604.00000 562.34921 6.90% 36.7 2330s 334548 86198 584.69602 76 144 604.00000 562.34921 6.90% 36.7 2335s 335206 86326 599.58102 60 153 604.00000 562.34921 6.90% 36.7 2340s 335868 86421 571.64045 58 166 604.00000 562.34921 6.90% 36.8 2345s 336583 86579 601.33250 70 72 604.00000 562.34921 6.90% 36.8 2350s 337244 86687 575.66667 48 139 604.00000 562.34921 6.90% 36.8 2355s 337993 86761 562.78036 38 161 604.00000 562.34921 6.90% 36.8 2360s 338767 86904 585.00327 61 136 604.00000 562.34921 6.90% 36.8 2365s 339460 87043 583.17433 66 144 604.00000 562.34921 6.90% 36.8 2370s 340214 87132 cutoff 51 604.00000 562.34921 6.90% 36.8 2375s 341043 87274 597.03778 57 159 604.00000 562.34921 6.90% 36.8 2380s 341672 87327 578.26483 54 162 604.00000 562.34921 6.90% 36.8 2385s 342490 87523 cutoff 48 604.00000 562.34921 6.90% 36.8 2390s 343327 87731 cutoff 61 604.00000 562.34921 6.90% 36.8 2395s 344072 87900 cutoff 61 604.00000 562.34921 6.90% 36.8 2400s 344655 87921 575.69976 37 153 604.00000 562.34921 6.90% 36.9 2405s 345399 88038 594.00923 85 163 604.00000 562.34921 6.90% 36.9 2410s 346234 88247 594.67994 84 149 604.00000 562.34921 6.90% 36.9 2415s 346968 88333 602.75542 74 144 604.00000 562.34921 6.90% 36.9 2420s 347736 88514 562.36912 44 156 604.00000 562.34921 6.90% 36.9 2425s 348421 88639 569.18760 48 157 604.00000 562.34921 6.90% 36.9 2430s 349205 88806 597.84516 68 135 604.00000 562.34921 6.90% 36.9 2435s 349976 88970 565.84682 44 153 604.00000 562.34921 6.90% 36.9 2440s 350685 89061 562.74877 43 161 604.00000 562.34921 6.90% 36.9 2445s 351363 89210 cutoff 47 604.00000 562.34921 6.90% 36.9 2450s 352033 89363 592.56232 80 126 604.00000 562.34921 6.90% 36.9 2455s 352785 89455 infeasible 45 604.00000 562.34921 6.90% 36.9 2460s 353603 89643 590.45238 52 122 604.00000 562.34921 6.90% 36.9 2465s 354259 89736 583.41759 52 151 604.00000 562.34921 6.90% 36.9 2470s 354927 89851 cutoff 50 604.00000 562.34921 6.90% 37.0 2475s 355699 90045 565.23663 44 159 604.00000 562.34921 6.90% 37.0 2480s 356440 90126 589.92021 51 139 604.00000 562.34921 6.90% 37.0 2485s 357202 90291 573.76362 45 151 604.00000 562.34921 6.90% 37.0 2490s 358086 90571 576.04608 49 147 604.00000 562.34921 6.90% 36.9 2495s 358828 90695 infeasible 44 604.00000 562.34921 6.90% 37.0 2500s 359465 90888 593.08772 89 82 604.00000 562.34921 6.90% 37.0 2505s 360351 91109 578.74414 44 152 604.00000 562.34921 6.90% 37.0 2510s 361265 91325 infeasible 48 604.00000 562.34921 6.90% 37.0 2515s 362063 91480 cutoff 60 604.00000 562.34921 6.90% 37.0 2520s 362942 91645 570.56864 74 114 604.00000 562.34921 6.90% 36.9 2525s 363649 91736 595.42029 65 48 604.00000 562.34921 6.90% 37.0 2530s 364421 91834 575.05556 51 138 604.00000 562.34921 6.90% 37.0 2535s 365268 92007 578.43935 66 175 604.00000 562.34921 6.90% 37.0 2540s 366028 92162 infeasible 46 604.00000 562.34921 6.90% 37.0 2545s 366712 92239 564.70285 40 174 604.00000 562.34921 6.90% 37.0 2550s 367536 92447 infeasible 46 604.00000 562.34921 6.90% 37.0 2555s 368348 92651 cutoff 51 604.00000 562.34921 6.90% 37.0 2560s 369115 92767 570.53893 47 148 604.00000 562.34921 6.90% 37.0 2565s 369865 92922 587.38893 52 143 604.00000 562.34921 6.90% 37.0 2570s 370667 93149 infeasible 51 604.00000 562.34921 6.90% 37.0 2575s 371557 93332 599.01905 56 127 604.00000 562.34921 6.90% 37.0 2580s 372381 93496 566.86291 44 161 604.00000 562.34921 6.90% 37.0 2585s 373116 93643 578.94633 47 141 604.00000 562.34921 6.90% 37.0 2590s 373936 93747 597.54986 60 153 604.00000 562.34921 6.90% 37.0 2595s 374656 93888 580.86397 55 154 604.00000 562.34921 6.90% 37.0 2603s 374884 93913 567.22270 45 168 604.00000 562.34921 6.90% 37.0 2605s 375625 94040 cutoff 49 604.00000 562.34921 6.90% 37.0 2610s 376322 94187 589.62571 84 89 604.00000 562.34921 6.90% 37.0 2615s 377213 94395 infeasible 43 604.00000 562.34921 6.90% 37.0 2620s 378000 94536 575.17213 63 158 604.00000 562.34921 6.90% 37.0 2625s 378822 94680 cutoff 57 604.00000 562.34921 6.90% 37.0 2630s 379668 94921 572.60272 42 155 604.00000 562.34921 6.90% 37.0 2635s 380412 95043 cutoff 71 604.00000 562.34921 6.90% 37.0 2640s 381232 95222 570.15631 47 174 604.00000 562.34921 6.90% 37.0 2645s 382052 95396 infeasible 54 604.00000 562.34921 6.90% 37.0 2650s 382850 95561 585.75714 46 130 604.00000 562.34921 6.90% 37.0 2655s 383639 95702 infeasible 57 604.00000 562.34921 6.90% 37.0 2660s 384361 95837 574.47182 48 156 604.00000 562.34921 6.90% 37.0 2665s 385223 96077 602.71429 54 148 604.00000 562.34921 6.90% 37.0 2670s 386126 96304 573.67260 46 159 604.00000 562.34921 6.90% 37.0 2675s 386884 96423 594.68372 58 157 604.00000 562.34921 6.90% 37.0 2680s 387650 96486 cutoff 48 604.00000 562.34921 6.90% 37.0 2685s 388390 96695 infeasible 52 604.00000 562.35951 6.89% 37.0 2690s 389410 97002 591.35000 69 123 604.00000 562.37914 6.89% 37.0 2695s 390265 97239 574.85714 40 143 604.00000 562.40352 6.89% 36.9 2700s 391063 97406 574.86913 49 107 604.00000 562.42857 6.88% 36.9 2705s 391873 97572 579.02050 61 149 604.00000 562.45159 6.88% 36.9 2710s 392780 97791 598.47898 66 117 604.00000 562.48801 6.87% 36.9 2715s 393622 97968 cutoff 61 604.00000 562.50883 6.87% 36.9 2720s 394528 98285 587.09692 156 55 604.00000 562.52381 6.87% 36.9 2725s 394789 98407 580.04500 83 135 604.00000 562.52381 6.87% 36.9 2737s 395241 98594 572.56097 60 141 604.00000 562.52649 6.87% 36.9 2740s 396044 98777 567.86598 51 166 604.00000 562.55089 6.86% 36.9 2745s 396769 98869 infeasible 42 604.00000 562.57599 6.86% 36.9 2750s 397598 99042 575.61752 41 165 604.00000 562.61496 6.85% 36.9 2755s 398348 99220 589.15235 72 120 604.00000 562.63655 6.85% 36.9 2760s 399160 99427 566.38541 59 173 604.00000 562.66059 6.84% 36.9 2765s 400060 99667 580.88519 56 148 604.00000 562.68307 6.84% 36.9 2770s 401003 99942 579.46468 62 131 604.00000 562.70168 6.84% 36.9 2775s 401873 100178 581.15865 60 161 604.00000 562.72671 6.83% 36.9 2780s 402822 100400 571.52381 40 103 604.00000 562.76437 6.83% 36.9 2785s 403617 100550 588.89677 84 117 604.00000 562.79623 6.82% 36.9 2790s 404673 100851 572.78435 62 152 604.00000 562.81746 6.82% 36.9 2795s 405538 101056 588.11617 61 140 604.00000 562.84046 6.81% 36.9 2800s 406451 101304 579.19594 79 161 604.00000 562.86153 6.81% 36.8 2805s 407263 101424 cutoff 72 604.00000 562.88724 6.81% 36.8 2810s 408148 101627 595.44048 45 141 604.00000 562.91667 6.80% 36.8 2815s 408986 101826 565.49000 49 175 604.00000 562.94119 6.80% 36.8 2820s 409826 102041 590.28831 67 120 604.00000 562.96625 6.79% 36.8 2825s 410694 102264 583.09646 42 159 604.00000 562.99048 6.79% 36.8 2830s 411518 102469 cutoff 81 604.00000 563.01114 6.79% 36.8 2835s 412347 102728 590.60263 66 157 604.00000 563.02381 6.78% 36.8 2840s 413207 102854 infeasible 45 604.00000 563.04505 6.78% 36.8 2845s 414086 103017 584.69327 68 147 604.00000 563.05974 6.78% 36.8 2850s 415177 103400 593.31456 81 117 604.00000 563.08438 6.77% 36.8 2855s 416066 103618 593.69440 51 157 604.00000 563.10751 6.77% 36.8 2860s 416954 103813 601.26182 72 54 604.00000 563.13139 6.77% 36.8 2865s 417785 103985 574.13177 67 151 604.00000 563.15844 6.76% 36.8 2870s 418508 104070 574.98487 54 131 604.00000 563.17828 6.76% 36.8 2875s 419453 104301 593.47799 47 144 604.00000 563.20216 6.75% 36.8 2880s 420274 104487 infeasible 45 604.00000 563.22467 6.75% 36.8 2885s 421127 104689 570.76657 47 159 604.00000 563.24475 6.75% 36.8 2890s 422039 104933 577.60207 52 139 604.00000 563.26701 6.74% 36.8 2895s 422952 105171 584.40652 68 160 604.00000 563.29031 6.74% 36.7 2900s 423787 105351 580.92477 61 156 604.00000 563.31059 6.74% 36.7 2905s 424594 105485 cutoff 59 604.00000 563.34108 6.73% 36.7 2910s 425565 105711 572.70787 57 169 604.00000 563.35834 6.73% 36.7 2915s 426258 105832 cutoff 56 604.00000 563.37959 6.73% 36.7 2920s 427141 106064 cutoff 53 604.00000 563.40095 6.72% 36.7 2925s 428017 106297 572.33444 44 177 604.00000 563.42248 6.72% 36.7 2930s 428804 106415 575.08310 60 173 604.00000 563.44575 6.71% 36.7 2935s 429706 106553 568.06670 43 152 604.00000 563.46981 6.71% 36.7 2940s 430777 106907 592.34303 77 136 604.00000 563.49026 6.71% 36.7 2945s 431734 107106 571.46190 58 137 604.00000 563.51521 6.70% 36.7 2950s 432810 107479 567.73810 43 147 604.00000 563.52381 6.70% 36.7 2955s 433717 107747 595.73712 70 99 604.00000 563.54265 6.70% 36.7 2960s 434491 107834 infeasible 56 604.00000 563.57046 6.69% 36.7 2965s 435327 107969 577.54618 55 156 604.00000 563.58848 6.69% 36.7 2970s 436105 108122 580.48413 47 132 604.00000 563.61324 6.69% 36.7 2975s 437041 108397 585.66484 66 150 604.00000 563.63132 6.68% 36.7 2980s 437918 108558 570.35884 61 142 604.00000 563.66009 6.68% 36.7 2985s 438778 108791 599.18219 66 144 604.00000 563.67985 6.68% 36.7 2990s 439721 109075 589.71100 74 111 604.00000 563.69469 6.67% 36.6 2995s 440623 109285 587.60156 59 152 604.00000 563.72494 6.67% 36.6 3000s 441649 109507 581.64691 34 145 604.00000 563.74775 6.66% 36.6 3005s 442451 109657 infeasible 52 604.00000 563.77893 6.66% 36.6 3010s 443328 109875 591.16667 52 107 604.00000 563.80015 6.66% 36.6 3015s 444031 110046 572.06083 58 157 604.00000 563.81658 6.65% 36.6 3028s 444187 110079 597.74483 55 138 604.00000 563.82209 6.65% 36.6 3030s 444939 110198 593.32116 54 95 604.00000 563.84017 6.65% 36.6 3035s 445806 110397 567.28927 49 127 604.00000 563.85714 6.65% 36.6 3040s 446719 110691 572.91000 57 143 604.00000 563.86903 6.64% 36.6 3045s 447669 110972 infeasible 69 604.00000 563.88896 6.64% 36.6 3050s 448538 111203 594.03087 48 115 604.00000 563.90755 6.64% 36.6 3055s 449424 111479 591.53480 83 127 604.00000 563.92381 6.64% 36.5 3060s 450399 111750 566.42809 57 175 604.00000 563.94100 6.63% 36.5 3065s 451332 111975 569.69126 45 159 604.00000 563.96006 6.63% 36.5 3070s 452219 112141 582.85714 47 137 604.00000 563.98230 6.63% 36.5 3075s 453323 112449 infeasible 63 604.00000 564.00357 6.62% 36.5 3080s 454266 112665 602.23417 76 139 604.00000 564.02381 6.62% 36.5 3085s 455424 113068 569.16190 53 147 604.00000 564.03429 6.62% 36.5 3090s 456369 113315 596.13514 92 65 604.00000 564.04967 6.61% 36.5 3095s 457356 113562 583.13600 87 91 604.00000 564.07262 6.61% 36.4 3100s 458327 113850 586.84834 71 159 604.00000 564.09347 6.61% 36.4 3105s 459197 114046 601.82987 82 125 604.00000 564.10770 6.60% 36.4 3110s 460113 114311 597.67271 102 111 604.00000 564.12417 6.60% 36.4 3115s 461004 114526 infeasible 75 604.00000 564.13757 6.60% 36.4 3120s 462006 114822 565.72049 42 144 604.00000 564.16091 6.60% 36.4 3125s 462915 115043 569.93170 59 130 604.00000 564.18132 6.59% 36.4 3130s 464036 115402 cutoff 73 604.00000 564.19558 6.59% 36.4 3135s 464948 115572 601.64041 46 141 604.00000 564.22322 6.59% 36.4 3140s 465772 115686 infeasible 54 604.00000 564.25019 6.58% 36.4 3145s 466638 115942 592.75179 104 96 604.00000 564.26591 6.58% 36.4 3150s 467547 116147 579.57973 73 149 604.00000 564.28453 6.58% 36.4 3155s 468471 116417 601.41963 69 119 604.00000 564.29896 6.57% 36.3 3160s 469371 116625 578.97480 49 151 604.00000 564.31488 6.57% 36.3 3165s 470142 116798 infeasible 52 604.00000 564.32899 6.57% 36.3 3170s 471099 117030 601.17266 55 129 604.00000 564.34921 6.56% 36.3 3175s 472071 117272 579.83810 55 109 604.00000 564.36662 6.56% 36.3 3180s 473014 117485 infeasible 66 604.00000 564.38188 6.56% 36.3 3185s 473947 117787 588.14445 61 83 604.00000 564.39891 6.56% 36.3 3190s 475042 118127 infeasible 55 604.00000 564.42213 6.55% 36.3 3195s 475921 118418 590.81675 60 129 604.00000 564.43561 6.55% 36.3 3200s 476977 118727 cutoff 51 604.00000 564.45238 6.55% 36.3 3205s 477810 118883 cutoff 51 604.00000 564.47203 6.54% 36.3 3210s 478814 119188 601.25159 75 83 604.00000 564.49180 6.54% 36.3 3215s 479740 119322 581.56773 79 146 604.00000 564.51431 6.54% 36.2 3220s 480804 119744 570.01835 44 171 604.00000 564.52381 6.54% 36.2 3225s 481776 120016 598.23214 46 138 604.00000 564.53355 6.53% 36.2 3230s 482621 120182 597.94048 57 132 604.00000 564.55809 6.53% 36.2 3235s 483720 120519 584.02663 79 127 604.00000 564.57167 6.53% 36.2 3240s 484672 120669 594.79140 73 135 604.00000 564.59127 6.52% 36.2 3245s 485605 120890 598.81667 59 117 604.00000 564.60481 6.52% 36.2 3250s 486684 121253 570.83848 41 136 604.00000 564.61980 6.52% 36.2 3255s 487465 121391 591.80199 71 110 604.00000 564.63660 6.52% 36.2 3260s 488454 121640 585.69155 82 139 604.00000 564.64753 6.52% 36.1 3265s 489666 122109 597.32552 68 138 604.00000 564.66334 6.51% 36.1 3270s 490554 122338 565.57168 41 172 604.00000 564.67896 6.51% 36.1 3275s 491557 122765 564.90542 58 159 604.00000 564.69191 6.51% 36.1 3280s 492375 123121 infeasible 65 604.00000 564.71096 6.50% 36.1 3285s 493340 123644 584.95430 53 148 604.00000 564.72741 6.50% 36.1 3290s 494265 124184 infeasible 40 604.00000 564.74821 6.50% 36.1 3295s 495133 124653 infeasible 42 604.00000 564.76576 6.50% 36.1 3300s 496107 125255 cutoff 57 604.00000 564.78105 6.49% 36.1 3305s 496968 125763 579.46859 53 155 604.00000 564.79500 6.49% 36.1 3310s 497908 126325 574.50453 48 126 604.00000 564.81111 6.49% 36.1 3315s 497947 126352 595.91526 63 143 604.00000 564.81114 6.49% 36.1 3326s 498515 126673 infeasible 67 604.00000 564.82239 6.49% 36.1 3330s 499268 127117 589.94344 53 152 604.00000 564.84119 6.48% 36.1 3335s 500150 127612 infeasible 54 604.00000 564.85714 6.48% 36.0 3340s 500921 128065 594.77381 70 128 604.00000 564.86424 6.48% 36.0 3345s 501979 128703 579.79167 46 136 604.00000 564.88021 6.48% 36.0 3350s 502976 129372 infeasible 66 604.00000 564.89250 6.47% 36.0 3355s 504072 130053 582.85553 69 140 604.00000 564.91080 6.47% 36.0 3360s 505252 130836 573.63407 52 158 604.00000 564.92381 6.47% 36.0 3365s 506253 131444 601.86804 77 159 604.00000 564.93407 6.47% 36.0 3370s 507019 131861 599.01622 66 138 604.00000 564.95050 6.47% 36.0 3384s 507075 131897 574.45968 58 153 604.00000 564.95238 6.46% 36.0 3385s 507915 132341 569.98812 49 142 604.00000 564.96752 6.46% 36.0 3390s 508663 132731 579.22285 68 155 604.00000 564.98324 6.46% 36.0 3395s 509504 133212 infeasible 64 604.00000 565.00192 6.46% 36.0 3400s 510414 133751 588.64272 69 134 604.00000 565.01719 6.45% 35.9 3405s 511392 134415 600.14445 57 87 604.00000 565.02401 6.45% 35.9 3410s 512352 134986 cutoff 71 604.00000 565.04282 6.45% 35.9 3415s 513291 135521 582.02531 59 165 604.00000 565.06414 6.45% 35.9 3420s 514255 136047 572.30787 50 148 604.00000 565.07685 6.44% 35.9 3425s 515336 136740 598.39331 47 143 604.00000 565.09655 6.44% 35.9 3430s 516106 137131 infeasible 53 604.00000 565.10897 6.44% 35.9 3435s 516957 137563 568.69840 51 144 604.00000 565.12481 6.44% 35.9 3440s 517993 138264 cutoff 64 604.00000 565.13443 6.43% 35.9 3445s 518842 138759 599.92730 62 151 604.00000 565.14578 6.43% 35.9 3450s 519805 139371 577.32686 56 146 604.00000 565.15870 6.43% 35.9 3455s 520702 139903 infeasible 49 604.00000 565.17435 6.43% 35.9 3460s 521704 140496 591.36688 68 137 604.00000 565.18730 6.43% 35.9 3465s 522613 141040 574.48206 72 148 604.00000 565.19347 6.42% 35.9 3470s 523578 141641 565.36378 38 142 604.00000 565.20338 6.42% 35.9 3475s 524498 142123 cutoff 66 604.00000 565.21949 6.42% 35.9 3480s 525419 142640 599.07979 75 143 604.00000 565.23477 6.42% 35.9 3485s 526318 143152 cutoff 53 604.00000 565.25172 6.42% 35.8 3490s 527191 143615 infeasible 48 604.00000 565.26282 6.41% 35.8 3495s 528081 144162 cutoff 81 604.00000 565.27131 6.41% 35.8 3500s 529017 144651 596.90093 52 159 604.00000 565.28571 6.41% 35.8 3505s 529923 145192 596.21429 58 118 604.00000 565.29766 6.41% 35.8 3510s 530808 145664 583.88745 48 136 604.00000 565.30886 6.41% 35.8 3515s 531598 146110 594.37637 45 153 604.00000 565.31782 6.40% 35.8 3520s 532460 146585 infeasible 39 604.00000 565.33293 6.40% 35.8 3525s 533502 147236 573.64829 45 163 604.00000 565.35043 6.40% 35.8 3530s 534440 147750 568.60919 63 149 604.00000 565.36246 6.40% 35.8 3535s 535272 148218 600.86659 69 122 604.00000 565.37120 6.40% 35.8 3540s 536270 148842 593.13965 89 95 604.00000 565.38377 6.39% 35.8 3545s 537066 149227 580.51250 62 157 604.00000 565.40120 6.39% 35.8 3550s 538016 149743 cutoff 66 604.00000 565.41488 6.39% 35.8 3555s 539022 150376 568.12271 45 150 604.00000 565.42857 6.39% 35.8 3560s 540024 151017 cutoff 91 604.00000 565.44123 6.38% 35.8 3565s 540960 151553 589.11805 57 110 604.00000 565.45329 6.38% 35.8 3570s 541911 152187 578.57643 87 122 604.00000 565.47503 6.38% 35.8 3575s 542912 152805 572.49960 69 143 604.00000 565.49306 6.38% 35.8 3580s 543890 153377 580.43141 52 141 604.00000 565.50998 6.37% 35.8 3585s 544883 153989 596.45455 61 145 604.00000 565.52178 6.37% 35.7 3590s 546017 154796 592.90911 124 115 604.00000 565.52381 6.37% 35.7 3595s Cutting planes: Learned: 11 Gomory: 63 Cover: 44 Implied bound: 149 Clique: 15 MIR: 455 GUB cover: 25 Zero half: 207 Mod-K: 1 Explored 547033 nodes (19541323 simplex iterations) in 3600.00 seconds Thread count was 1 (of 16 available processors) Time limit reached Best objective 6.040000000000e+02, best bound 5.660000000000e+02, gap 6.2914%